(x+i)(x-1)(x+i)(x-1)(x+i)(x-1)=0

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Solution for (x+i)(x-1)(x+i)(x-1)(x+i)(x-1)=0 equation:

Simplifying
(x + i)(x + -1)(x + i)(x + -1)(x + i)(x + -1) = 0

Reorder the terms:
(i + x)(x + -1)(x + i)(x + -1)(x + i)(x + -1) = 0

Reorder the terms:
(i + x)(-1 + x)(x + i)(x + -1)(x + i)(x + -1) = 0

Reorder the terms:
(i + x)(-1 + x)(i + x)(x + -1)(x + i)(x + -1) = 0

Reorder the terms:
(i + x)(-1 + x)(i + x)(-1 + x)(x + i)(x + -1) = 0

Reorder the terms:
(i + x)(-1 + x)(i + x)(-1 + x)(i + x)(x + -1) = 0

Reorder the terms:
(i + x)(-1 + x)(i + x)(-1 + x)(i + x)(-1 + x) = 0

Multiply (i + x) * (-1 + x)
(i(-1 + x) + x(-1 + x))(i + x)(-1 + x)(i + x)(-1 + x) = 0
((-1 * i + x * i) + x(-1 + x))(i + x)(-1 + x)(i + x)(-1 + x) = 0
((-1i + ix) + x(-1 + x))(i + x)(-1 + x)(i + x)(-1 + x) = 0
(-1i + ix + (-1 * x + x * x))(i + x)(-1 + x)(i + x)(-1 + x) = 0
(-1i + ix + (-1x + x²))(i + x)(-1 + x)(i + x)(-1 + x) = 0
(-1i + ix + -1x + x²)(i + x)(-1 + x)(i + x)(-1 + x) = 0

Multiply (-1i + ix + -1x + x²) * (i + x)
(-1i * (i + x) + ix(i + x) + -1x * (i + x) + x²(i + x))(-1 + x)(i + x)(-1 + x) = 0
((i * -1i + x * -1i) + ix(i + x) + -1x * (i + x) + x²(i + x))(-1 + x)(i + x)(-1 + x) = 0

Reorder the terms:
((-1ix + -1i²) + ix(i + x) + -1x * (i + x) + x²(i + x))(-1 + x)(i + x)(-1 + x) = 0
((-1ix + -1i²) + ix(i + x) + -1x * (i + x) + x²(i + x))(-1 + x)(i + x)(-1 + x) = 0
(-1ix + -1i² + (i * ix + x * ix) + -1x * (i + x) + x²(i + x))(-1 + x)(i + x)(-1 + x) = 0

Reorder the terms:
(-1ix + -1i² + (ix² + i²x) + -1x * (i + x) + x²(i + x))(-1 + x)(i + x)(-1 + x) = 0
(-1ix + -1i² + (ix² + i²x) + -1x * (i + x) + x²(i + x))(-1 + x)(i + x)(-1 + x) = 0
(-1ix + -1i² + ix² + i²x + (i * -1x + x * -1x) + x²(i + x))(-1 + x)(i + x)(-1 + x) = 0
(-1ix + -1i² + ix² + i²x + (-1ix + -1x²) + x²(i + x))(-1 + x)(i + x)(-1 + x) = 0
(-1ix + -1i² + ix² + i²x + -1ix + -1x² + (i * x² + x * x²))(-1 + x)(i + x)(-1 + x) = 0
(-1ix + -1i² + ix² + i²x + -1ix + -1x² + (ix² + x³))(-1 + x)(i + x)(-1 + x) = 0

Reorder the terms:
(-1ix + -1ix + ix² + ix² + -1i² + i²x + -1x² + x³)(-1 + x)(i + x)(-1 + x) = 0

Combine like terms: -1ix + -1ix = -2ix
(-2ix + ix² + ix² + -1i² + i²x + -1x² + x³)(-1 + x)(i + x)(-1 + x) = 0

Combine like terms: ix² + ix² = 2ix²
(-2ix + 2ix² + -1i² + i²x + -1x² + x³)(-1 + x)(i + x)(-1 + x) = 0

Multiply (-2ix + 2ix² + -1i² + i²x + -1x² + x³) * (-1 + x)
(-2ix * (-1 + x) + 2ix² * (-1 + x) + -1i² * (-1 + x) + i²x(-1 + x) + -1x² * (-1 + x) + x³(-1 + x))(i + x)(-1 + x) = 0
((-1 * -2ix + x * -2ix) + 2ix² * (-1 + x) + -1i² * (-1 + x) + i²x(-1 + x) + -1x² * (-1 + x) + x³(-1 + x))(i + x)(-1 + x) = 0
((2ix + -2ix²) + 2ix² * (-1 + x) + -1i² * (-1 + x) + i²x(-1 + x) + -1x² * (-1 + x) + x³(-1 + x))(i + x)(-1 + x) = 0
(2ix + -2ix² + (-1 * 2ix² + x * 2ix²) + -1i² * (-1 + x) + i²x(-1 + x) + -1x² * (-1 + x) + x³(-1 + x))(i + x)(-1 + x) = 0
(2ix + -2ix² + (-2ix² + 2ix³) + -1i² * (-1 + x) + i²x(-1 + x) + -1x² * (-1 + x) + x³(-1 + x))(i + x)(-1 + x) = 0
(2ix + -2ix² + -2ix² + 2ix³ + (-1 * -1i² + x * -1i²) + i²x(-1 + x) + -1x² * (-1 + x) + x³(-1 + x))(i + x)(-1 + x) = 0
(2ix + -2ix² + -2ix² + 2ix³ + (1i² + -1i²x) + i²x(-1 + x) + -1x² * (-1 + x) + x³(-1 + x))(i + x)(-1 + x) = 0
(2ix + -2ix² + -2ix² + 2ix³ + 1i² + -1i²x + (-1 * i²x + x * i²x) + -1x² * (-1 + x) + x³(-1 + x))(i + x)(-1 + x) = 0
(2ix + -2ix² + -2ix² + 2ix³ + 1i² + -1i²x + (-1i²x + i²x²) + -1x² * (-1 + x) + x³(-1 + x))(i + x)(-1 + x) = 0
(2ix + -2ix² + -2ix² + 2ix³ + 1i² + -1i²x + -1i²x + i²x² + (-1 * -1x² + x * -1x²) + x³(-1 + x))(i + x)(-1 + x) = 0
(2ix + -2ix² + -2ix² + 2ix³ + 1i² + -1i²x + -1i²x + i²x² + (1x² + -1x³) + x³(-1 + x))(i + x)(-1 + x) = 0
(2ix + -2ix² + -2ix² + 2ix³ + 1i² + -1i²x + -1i²x + i²x² + 1x² + -1x³ + (-1 * x³ + x * x³))(i + x)(-1 + x) = 0
(2ix + -2ix² + -2ix² + 2ix³ + 1i² + -1i²x + -1i²x + i²x² + 1x² + -1x³ + (-1x³ + x⁴))(i + x)(-1 + x) = 0

Combine like terms: -2ix² + -2ix² = -4ix²
(2ix + -4ix² + 2ix³ + 1i² + -1i²x + -1i²x + i²x² + 1x² + -1x³ + -1x³ + x⁴)(i + x)(-1 + x) = 0

Combine like terms: -1i²x + -1i²x = -2i²x
(2ix + -4ix² + 2ix³ + 1i² + -2i²x + i²x² + 1x² + -1x³ + -1x³ + x⁴)(i + x)(-1 + x) = 0

Combine like terms: -1x³ + -1x³ = -2x³
(2ix + -4ix² + 2ix³ + 1i² + -2i²x + i²x² + 1x² + -2x³ + x⁴)(i + x)(-1 + x) = 0

Multiply (2ix + -4ix² + 2ix³ + 1i² + -2i²x + i²x² + 1x² + -2x³ + x⁴) * (i + x)
(2ix * (i + x) + -4ix² * (i + x) + 2ix³ * (i + x) + 1i² * (i + x) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
((i * 2ix + x * 2ix) + -4ix² * (i + x) + 2ix³ * (i + x) + 1i² * (i + x) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0

Reorder the terms:
((2ix² + 2i²x) + -4ix² * (i + x) + 2ix³ * (i + x) + 1i² * (i + x) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
((2ix² + 2i²x) + -4ix² * (i + x) + 2ix³ * (i + x) + 1i² * (i + x) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + (i * -4ix² + x * -4ix²) + 2ix³ * (i + x) + 1i² * (i + x) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0

Reorder the terms:
(2ix² + 2i²x + (-4ix³ + -4i²x²) + 2ix³ * (i + x) + 1i² * (i + x) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + (-4ix³ + -4i²x²) + 2ix³ * (i + x) + 1i² * (i + x) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + (i * 2ix³ + x * 2ix³) + 1i² * (i + x) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0

Reorder the terms:
(2ix² + 2i²x + -4ix³ + -4i²x² + (2ix⁴ + 2i²x³) + 1i² * (i + x) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + (2ix⁴ + 2i²x³) + 1i² * (i + x) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + (i * 1i² + x * 1i²) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0

Reorder the terms:
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + (1i²x + 1i³) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + (1i²x + 1i³) + -2i²x * (i + x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + 1i²x + 1i³ + (i * -2i²x + x * -2i²x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0

Reorder the terms:
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + 1i²x + 1i³ + (-2i²x² + -2i³x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + 1i²x + 1i³ + (-2i²x² + -2i³x) + i²x²(i + x) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + 1i²x + 1i³ + -2i²x² + -2i³x + (i * i²x² + x * i²x²) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0

Reorder the terms:
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + 1i²x + 1i³ + -2i²x² + -2i³x + (i²x³ + i³x²) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + 1i²x + 1i³ + -2i²x² + -2i³x + (i²x³ + i³x²) + 1x² * (i + x) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + 1i²x + 1i³ + -2i²x² + -2i³x + i²x³ + i³x² + (i * 1x² + x * 1x²) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + 1i²x + 1i³ + -2i²x² + -2i³x + i²x³ + i³x² + (1ix² + 1x³) + -2x³ * (i + x) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + 1i²x + 1i³ + -2i²x² + -2i³x + i²x³ + i³x² + 1ix² + 1x³ + (i * -2x³ + x * -2x³) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + 1i²x + 1i³ + -2i²x² + -2i³x + i²x³ + i³x² + 1ix² + 1x³ + (-2ix³ + -2x⁴) + x⁴(i + x))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + 1i²x + 1i³ + -2i²x² + -2i³x + i²x³ + i³x² + 1ix² + 1x³ + -2ix³ + -2x⁴ + (i * x⁴ + x * x⁴))(-1 + x) = 0
(2ix² + 2i²x + -4ix³ + -4i²x² + 2ix⁴ + 2i²x³ + 1i²x + 1i³ + -2i²x² + -2i³x + i²x³ + i³x² + 1ix² + 1x³ + -2ix³ + -2x⁴ + (ix⁴ + x⁵))(-1 + x) = 0

Reorder the terms:
(2ix² + 1ix² + -4ix³ + -2ix³ + 2ix⁴ + ix⁴ + 2i²x + 1i²x + -4i²x² + -2i²x² + 2i²x³ + i²x³ + 1i³ + -2i³x + i³x² + 1x³ + -2x⁴ + x⁵)(-1 + x) = 0

Combine like terms: 2ix² + 1ix² = 3ix²
(3ix² + -4ix³ + -2ix³ + 2ix⁴ + ix⁴ + 2i²x + 1i²x + -4i²x² + -2i²x² + 2i²x³ + i²x³ + 1i³ + -2i³x + i³x² + 1x³ + -2x⁴ + x⁵)(-1 + x) = 0

Combine like terms: -4ix³ + -2ix³ = -6ix³
(3ix² + -6ix³ + 2ix⁴ + ix⁴ + 2i²x + 1i²x + -4i²x² + -2i²x² + 2i²x³ + i²x³ + 1i³ + -2i³x + i³x² + 1x³ + -2x⁴ + x⁵)(-1 + x) = 0

Combine like terms: 2ix⁴ + ix⁴ = 3ix⁴
(3ix² + -6ix³ + 3ix⁴ + 2i²x + 1i²x + -4i²x² + -2i²x² + 2i²x³ + i²x³ + 1i³ + -2i³x + i³x² + 1x³ + -2x⁴ + x⁵)(-1 + x) = 0

Combine like terms: 2i²x + 1i²x = 3i²x
(3ix² + -6ix³ + 3ix⁴ + 3i²x + -4i²x² + -2i²x² + 2i²x³ + i²x³ + 1i³ + -2i³x + i³x² + 1x³ + -2x⁴ + x⁵)(-1 + x) = 0

Combine like terms: -4i²x² + -2i²x² = -6i²x²
(3ix² + -6ix³ + 3ix⁴ + 3i²x + -6i²x² + 2i²x³ + i²x³ + 1i³ + -2i³x + i³x² + 1x³ + -2x⁴ + x⁵)(-1 + x) = 0

Combine like terms: 2i²x³ + i²x³ = 3i²x³
(3ix² + -6ix³ + 3ix⁴ + 3i²x + -6i²x² + 3i²x³ + 1i³ + -2i³x + i³x² + 1x³ + -2x⁴ + x⁵)(-1 + x) = 0

Multiply (3ix² + -6ix³ + 3ix⁴ + 3i²x + -6i²x² + 3i²x³ + 1i³ + -2i³x + i³x² + 1x³ + -2x⁴ + x⁵) * (-1 + x)
(3ix² * (-1 + x) + -6ix³ * (-1 + x) + 3ix⁴ * (-1 + x) + 3i²x * (-1 + x) + -6i²x² * (-1 + x) + 3i²x³ * (-1 + x) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
((-1 * 3ix² + x * 3ix²) + -6ix³ * (-1 + x) + 3ix⁴ * (-1 + x) + 3i²x * (-1 + x) + -6i²x² * (-1 + x) + 3i²x³ * (-1 + x) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
((-3ix² + 3ix³) + -6ix³ * (-1 + x) + 3ix⁴ * (-1 + x) + 3i²x * (-1 + x) + -6i²x² * (-1 + x) + 3i²x³ * (-1 + x) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + (-1 * -6ix³ + x * -6ix³) + 3ix⁴ * (-1 + x) + 3i²x * (-1 + x) + -6i²x² * (-1 + x) + 3i²x³ * (-1 + x) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + (6ix³ + -6ix⁴) + 3ix⁴ * (-1 + x) + 3i²x * (-1 + x) + -6i²x² * (-1 + x) + 3i²x³ * (-1 + x) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + (-1 * 3ix⁴ + x * 3ix⁴) + 3i²x * (-1 + x) + -6i²x² * (-1 + x) + 3i²x³ * (-1 + x) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + (-3ix⁴ + 3ix⁵) + 3i²x * (-1 + x) + -6i²x² * (-1 + x) + 3i²x³ * (-1 + x) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + (-1 * 3i²x + x * 3i²x) + -6i²x² * (-1 + x) + 3i²x³ * (-1 + x) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + (-3i²x + 3i²x²) + -6i²x² * (-1 + x) + 3i²x³ * (-1 + x) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + (-1 * -6i²x² + x * -6i²x²) + 3i²x³ * (-1 + x) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + (6i²x² + -6i²x³) + 3i²x³ * (-1 + x) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + (-1 * 3i²x³ + x * 3i²x³) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + (-3i²x³ + 3i²x⁴) + 1i³ * (-1 + x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + (-1 * 1i³ + x * 1i³) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + (-1i³ + 1i³x) + -2i³x * (-1 + x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + (-1 * -2i³x + x * -2i³x) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + (2i³x + -2i³x²) + i³x²(-1 + x) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + 2i³x + -2i³x² + (-1 * i³x² + x * i³x²) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + 2i³x + -2i³x² + (-1i³x² + i³x³) + 1x³ * (-1 + x) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + 2i³x + -2i³x² + -1i³x² + i³x³ + (-1 * 1x³ + x * 1x³) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + 2i³x + -2i³x² + -1i³x² + i³x³ + (-1x³ + 1x⁴) + -2x⁴ * (-1 + x) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + 2i³x + -2i³x² + -1i³x² + i³x³ + -1x³ + 1x⁴ + (-1 * -2x⁴ + x * -2x⁴) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + 2i³x + -2i³x² + -1i³x² + i³x³ + -1x³ + 1x⁴ + (2x⁴ + -2x⁵) + x⁵(-1 + x)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + 2i³x + -2i³x² + -1i³x² + i³x³ + -1x³ + 1x⁴ + 2x⁴ + -2x⁵ + (-1 * x⁵ + x * x⁵)) = 0
(-3ix² + 3ix³ + 6ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + 2i³x + -2i³x² + -1i³x² + i³x³ + -1x³ + 1x⁴ + 2x⁴ + -2x⁵ + (-1x⁵ + x⁶)) = 0

Combine like terms: 3ix³ + 6ix³ = 9ix³
(-3ix² + 9ix³ + -6ix⁴ + -3ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + 2i³x + -2i³x² + -1i³x² + i³x³ + -1x³ + 1x⁴ + 2x⁴ + -2x⁵ + -1x⁵ + x⁶) = 0

Combine like terms: -6ix⁴ + -3ix⁴ = -9ix⁴
(-3ix² + 9ix³ + -9ix⁴ + 3ix⁵ + -3i²x + 3i²x² + 6i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + 2i³x + -2i³x² + -1i³x² + i³x³ + -1x³ + 1x⁴ + 2x⁴ + -2x⁵ + -1x⁵ + x⁶) = 0

Combine like terms: 3i²x² + 6i²x² = 9i²x²
(-3ix² + 9ix³ + -9ix⁴ + 3ix⁵ + -3i²x + 9i²x² + -6i²x³ + -3i²x³ + 3i²x⁴ + -1i³ + 1i³x + 2i³x + -2i³x² + -1i³x² + i³x³ + -1x³ + 1x⁴ + 2x⁴ + -2x⁵ + -1x⁵ + x⁶) = 0

Combine like terms: -6i²x³ + -3i²x³ = -9i²x³
(-3ix² + 9ix³ + -9ix⁴ + 3ix⁵ + -3i²x + 9i²x² + -9i²x³ + 3i²x⁴ + -1i³ + 1i³x + 2i³x + -2i³x² + -1i³x² + i³x³ + -1x³ + 1x⁴ + 2x⁴ + -2x⁵ + -1x⁵ + x⁶) = 0

Combine like terms: 1i³x + 2i³x = 3i³x
(-3ix² + 9ix³ + -9ix⁴ + 3ix⁵ + -3i²x + 9i²x² + -9i²x³ + 3i²x⁴ + -1i³ + 3i³x + -2i³x² + -1i³x² + i³x³ + -1x³ + 1x⁴ + 2x⁴ + -2x⁵ + -1x⁵ + x⁶) = 0

Combine like terms: -2i³x² + -1i³x² = -3i³x²
(-3ix² + 9ix³ + -9ix⁴ + 3ix⁵ + -3i²x + 9i²x² + -9i²x³ + 3i²x⁴ + -1i³ + 3i³x + -3i³x² + i³x³ + -1x³ + 1x⁴ + 2x⁴ + -2x⁵ + -1x⁵ + x⁶) = 0

Combine like terms: 1x⁴ + 2x⁴ = 3x⁴
(-3ix² + 9ix³ + -9ix⁴ + 3ix⁵ + -3i²x + 9i²x² + -9i²x³ + 3i²x⁴ + -1i³ + 3i³x + -3i³x² + i³x³ + -1x³ + 3x⁴ + -2x⁵ + -1x⁵ + x⁶) = 0

Combine like terms: -2x⁵ + -1x⁵ = -3x⁵
(-3ix² + 9ix³ + -9ix⁴ + 3ix⁵ + -3i²x + 9i²x² + -9i²x³ + 3i²x⁴ + -1i³ + 3i³x + -3i³x² + i³x³ + -1x³ + 3x⁴ + -3x⁵ + x⁶) = 0

Solving
-3ix² + 9ix³ + -9ix⁴ + 3ix⁵ + -3i²x + 9i²x² + -9i²x³ + 3i²x⁴ + -1i³ + 3i³x + -3i³x² + i³x³ + -1x³ + 3x⁴ + -3x⁵ + x⁶ = 0

Solving for variable 'i'.

The solution to this equation could not be determined.
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(x+i)(x-1)(x+i)(x-1)(x+i)(x-1)=0

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Solution for (x+i)(x-1)(x+i)(x-1)(x+i)(x-1)=0 equation:

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